Convert a String to an Integer using Recursion Last Updated : 17 Mar, 2025 Comments Improve Suggest changes Like Article Like Report Given a string str representing a string, the task is to convert the given string into an integer.Examples: Input: str = "1235" Output: 1235Explanation: "1235" is converted to the integer 1235 by extracting and combining its digits.Input: str = "0145" Output: 145 ApproachTo recursively converts a numeric string into an integer. It starts from the first character, extracts its numeric value, and multiplies it by the appropriate power of 10 based on its position. The function then recursively processes the remaining characters until the entire string is converted. A helper function is used to manage the recursive calls, ensuring an efficient conversion process. C++ #include <bits/stdc++.h> using namespace std; int stringToIntHelper(const string &str, int index) { // Base case: when index reaches the end of the string if (index == str.length()) return 0; // Convert current character to digit int digit = str[index] - '0'; // Recursively compute the rest of the number return digit * pow(10, str.length() - index - 1) + stringToIntHelper(str, index + 1); } // Wrapper function int stringToInt(string str) { return stringToIntHelper(str, 0); } // Driver code int main() { string str = "1235"; cout << stringToInt(str) << endl; return 0; } Java class GfG { static int stringToIntHelper(String str, int index) { // Base case: when index reaches the end of the string if (index == str.length()) return 0; // Convert current character to digit int digit = str.charAt(index) - '0'; // Recursively compute the rest of the number return digit * (int)Math.pow(10, str.length() - index - 1) + stringToIntHelper(str, index + 1); } // Wrapper function static int stringToInt(String str) { return stringToIntHelper(str, 0); } // Driver code public static void main(String[] args) { String str = "1235"; System.out.println(stringToInt(str)); } } Python def stringToIntHelper(str, index): if index == len(str): return 0 # Convert current character to digit digit = int(str[index]) # Recursively compute the rest of the number return digit * (10 ** (len(str) - index - 1)) + stringToIntHelper(str, index + 1) # Wrapper function def stringToInt(str): return stringToIntHelper(str, 0) # Driver code str_value = "1235" print(stringToInt(str_value)) C# using System; class GfG { static int stringToIntHelper(string str, int index) { // Base case: when index reaches the end of the string if (index == str.Length) return 0; // Convert current character to digit int digit = str[index] - '0'; // Recursively compute the rest of the number return digit * (int)Math.Pow(10, str.Length - index - 1) + stringToIntHelper(str, index + 1); } // Wrapper function static int stringToInt(string str) { return stringToIntHelper(str, 0); } // Driver code static void Main() { string str = "1235"; Console.WriteLine(stringToInt(str)); } } JavaScript function stringToIntHelper(str, index) { if (index === str.length) return 0; // Convert current character to digit let digit = str.charCodeAt(index) - '0'.charCodeAt(0); // Recursively compute the rest of the number return digit * Math.pow(10, str.length - index - 1) + stringToIntHelper(str, index + 1); } // Wrapper function function stringToInt(str) { return stringToIntHelper(str, 0); } // Driver code let str = "1235"; console.log(stringToInt(str)); Output1235 Time Complexity: O(n), where n is the length of the string.Auxiliary Space: O(n), due to recursive function calls stored in the call stack. Comment More infoAdvertise with us Next Article Convert a String to an Integer using Recursion A aakashmanocha183 Follow Improve Article Tags : Strings Java Mathematical Recursion DSA +1 More Practice Tags : JavaMathematicalRecursionStrings Similar Reads Introduction to Recursion The process in which a function calls itself directly or indirectly is called recursion and the corresponding function is called a recursive function. A recursive algorithm takes one step toward solution and then recursively call itself to further move. The algorithm stops once we reach the solution 14 min read What is Recursion? 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